Seems pointless in light of iguana's claim. But sure:
schadd: Yellow
gkrieg: Yellow
Awaclus: Yellow
EFHW: Yellow
iguana: Yellow
Jake: White
Space: Red
Galz: Red
Swan: Red
e: Red
ash: Red
silver: Red
Haddock: Red
Dylan: Red
chairs: Red
WW: Red (but Framed Yellow on N3)
This gives (7,7) for N1, but (6,7) for N2, (7,2) for N3 (with WW reading Yellow for that night only), and (6,0) for N4.
PPE: interesting stuff from iguana to look at :-)
What?
No.
I mean. Without even checking it's obvious that it doesn't give (6,0) N4
Yeah your numbers here are wrong across the board.
My solution definitely gives (7,7) for N1,
(7,5) for N2
and
(5,1) for N4.
So is consistent with those nights.
It's not the WW-Framed one though. Sorry. This is the solution I had figured out for if gkrieg was a 1-shot Godfather on N3. Then N3 is correct. Not with the Framing thing. Sorry.
I still think we have a disagreement here, though the fact I'd missed EFHW as Yellow in your pattern meant that the numbers were a bit wrong. Of course, now I don't think it matches for N1!
Your proposed solution was:
Red (10): Ash, Haddock, Space, chairs, e, DatSwan, Galz, Dylan, WW, silver
White (1): Jake
Yellow (5): EFHW, Awaclus, gkrieg, schadd, Iguana
Blue (0): NONE
N1 puzzle results was:
Red (10): EFHW, Haddock, gkrieg, schadd, e, Jake, Dylan, Iguana, WW, silver
White (1): Space
Yellow (3): Ash, Awaclus, chairs
Blue (2): DatSwan, Galz
Giving
RCRP = {Haddock, e, Dylan WW, Silver, Awaclus} (5 red, one yellow) = 6
RCWP = 5 other red, 2 other yellow, 1 white = 8
Just to clarify how I get the RCWP score:
The 5 for red comes from the min number of reds guessed between the two, minus the number of reds that are part of the RCRP count, so that's min(10,10)-5 = 5.
The 2 for the yellows comes from min(5,3)-1 = 2 for similar reasons.
The 1 for the whites is min(1,1)-0 = 1, but it's also intuitively obvious because both patterns have only one white, and they're on different people.